2005
DOI: 10.1016/j.ssnmr.2005.02.003
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Orientational deconvolution of two-dimensional static disorder by a Tikhonov regularized method for 2H solid state NMR of nano-tubular-oriented structures

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Cited by 4 publications
(3 citation statements)
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“…The method presented in this paper is a generalization to two-dimensional disorders in tubular structures which depend on azimuthal angle. Indeed, we showed recently [19] that a set of experimental spectra S e (m, b s ) acquired at different static magnetic field orientations b s , combined with an inverse method using Tikhonov regularization and positivity constraint leads to the orientationnal probability density of the C-D with a good reliability. Both approaches use a priori knowledge on the symmetry of the orientation distribution (axially symmetric or twodimensional disorder).…”
Section: Inverse Methods With Regularization and Positivity Constraintmentioning
confidence: 99%
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“…The method presented in this paper is a generalization to two-dimensional disorders in tubular structures which depend on azimuthal angle. Indeed, we showed recently [19] that a set of experimental spectra S e (m, b s ) acquired at different static magnetic field orientations b s , combined with an inverse method using Tikhonov regularization and positivity constraint leads to the orientationnal probability density of the C-D with a good reliability. Both approaches use a priori knowledge on the symmetry of the orientation distribution (axially symmetric or twodimensional disorder).…”
Section: Inverse Methods With Regularization and Positivity Constraintmentioning
confidence: 99%
“…This general problem is under consideration. In this article, the twodimensional approach developed in [19] is adapted to the system under current interest.…”
Section: Inverse Methods With Regularization and Positivity Constraintmentioning
confidence: 99%
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